人工智能正被用于形式化复杂的数学证明，一个值得注意的项目旨在验证费马大定理。这项由数学家 Kevin Buzzard 领导的努力，旨在通过攻克一个花费数个世纪才得以证明的定理来展示 AI 证明助手的能力。费马大定理本身的故事是一个历史趣闻，源于 17 世纪 Pierre de Fermat 的一个页边注解，其证明最终由 Andrew Wiles 于 1995 年完成。 AI
影响 展示了 AI 在形式化复杂数学证明方面的潜力，推动了证明助手的边界。
排序理由 AI 正被用于形式化一个复杂的数学证明，这属于研究范畴。
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# Math # AI 24/n This seemingly innocuous remark prompted a lot of mathematics, born from the desire to provide a proof of this statement, starting with Euler in 1770 for the particular case n = 3. Actually, most of the proofs happened to be incorrect at some point but could be a…
# Math # AI 23/n I should recall here what Fermat's Last Theorem is (or was): it is a statement for which the 17the century mathematician Pierre de Fermat wrote that he had a proof, but for which no proof has been available for a long time, until Andrew Wiles could prove it in 19…
# Math # AI 22/n Nevertheless, in the development of such proof assistants, it is tempting to try to push them beyond their obvious boundaries by setting some difficult challenges, both to get some kind of psychological reward and to have a better understanding of the large scale…